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Infinite body, rectangular coordinate transient 1-D.

X00 Infinite body, - $ \infty$ < x < $ \infty$.

GX00(x, t | x$\scriptstyle \prime$,$\displaystyle \tau$) = [4$\displaystyle \pi$$\displaystyle \alpha$(t - $\displaystyle \tau$)]-1/2exp$\displaystyle \left[\vphantom{
-\frac{(x-x^{\prime })^{2}}{4\alpha (t-\tau )}}\right.$ - $\displaystyle {\frac{(x-x^{\prime })^{2}}{4\alpha (t-\tau )}}$ $\displaystyle \left.\vphantom{
-\frac{(x-x^{\prime })^{2}}{4\alpha (t-\tau )}}\right]$    



Kevin D. Cole
2002-12-31